Sharp Lorentz space estimates for rough operators
Abstract
Description
We demonstrate the $(H^1,L^{1,2})$ or $(L^p,L^{p,2})$ mapping properties of several rough operators. In all cases these estimates are sharp in the sense that the Lorentz exponent 2 cannot be replaced by any lower number.
26 pages, no figures, submitted to Math. Annalen
26 pages, no figures, submitted to Math. Annalen